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Comparative lca of industrial objects part 1: lca data quality assurance — sensitivity analysis and pedigree matrix

Part 1: lca data quality assurance — sensitivity analysis and pedigree matrix [Int J LCA 9 (2) 86-89 (2004)] Part 2: case study for chosen industrial pumps [int J Lca, onlinefirst: DQI: http://dx.doi.org/10.1065/lca2004.03.152.2]

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Abstract

Goal, Scope and Background

The main aim of this paper is to present some methodological considerations concerning existing methods used to assess quality of the LCA study. It relates mainly to the quality of data and the uncertainty of the LCA results. The first paper is strictly devoted to methodological aspects whereas, the second is presented in a separate article (Part II) and devoted mainly to a case study.

Methods

The presented analysis is based on two well-known concepts: the Data Quality Indicators (DQIs) and the Pedigree Matrix. In the first phase, the Sensitivity Indicators are created on the basis of the sensitivity analysis and then linked with the DQIs and the Quality Classes. These parameters indicate the relative importance of input data and their theoretical quality levels. Next, the Weidema’s Pedigree Matrix (slightly modified) is used to establish the values of the new parameter called the Data Quality Distance (DQD) and to link them with the DQIs and Quality Classes. This way the information about the “real” quality levels is provided. Further analysis is performed using the probabilistic distributions and Monte Carlo simulations.

Results and Discussion

Thanks to this approach it is possible to make a comparison between two types of the quality factors. On the one hand, the sensitivity analysis allows one to check the importance of input data and to determine their required quality. It is done according to the following relation: the higher the sensitivity indicator, the higher the importance of input data and the higher quality should be demanded. On the other hand the data have a certain real quality, not always in accord with the demanded one. To make possible a comparison between these two types of quality, it is necessary to find and develop a common denominator for them. Here, for this purpose the DQIs and Quality Classes are used.

Conclusions

In the further stage of the assessment the DQIs are used to perform the uncertainty analysis of the LCA results. The results could be additionally analysed by using other techniques of interpretation: the sensitivity-, the contribution-, the comparative-, the discernability- and the uncertainty analysis.

Recommendations and Outlook

The presented approach is put into practice to conduct the comparative LCA study for the industrial pumps by using the Ecoindicator99 method. Thanks to this, complex analysis of the credibility of the results is carried out. As a consequence, uncertainty ranges for the LCA results of every product system can be determined [1].

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Lewandowska, A., Foltynowicz, Z. & Podlesny, A. Comparative lca of industrial objects part 1: lca data quality assurance — sensitivity analysis and pedigree matrix. Int J LCA 9, 86–89 (2004). https://doi.org/10.1007/BF02978567

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